Now showing items 1-8 of 8

• #### Boundary value problem for second-order differential equations with coulomb singularity on a finite interval ﻿

Boundary value problem for second-order differential equations with Coulomb singularity on a finite interval has been studied. Asymptotic formulae for the eigenvalues and eigenfunctions have been obtained. Moreover, Weyl ...
• #### The commutative neutrix product of B-(r) (x, n) and delta((s)) (x) ﻿

The Beta function B(x, n) and the associated Beta functions B(n(+/-), n) and B+/-(x, n) are defined as distributions and the commutative neutrix products of them and their derivatives with delta((s)) (x) are evaluated.
• #### Delta(m)-Statistical convergence ﻿

In this paper, we define a general sequence space Delta (m) (X) = {x = (x(k)) : (Delta (m) x(k)) is an element of X}, (m is an element of N), where X is any sequence space. We establish some inclusion relations, topological ...
• #### On the commutative neutrix product of distributions ﻿

Let f, g be distributions in D' and let f(n)=f * delta(n), g(n)=g * delta(eta), where {delta(eta)} is a certain sequence converging to the Dirac delta-function. The neutrix product f square g is said to exist and be equal ...